一类时滞微分方程有界解的收敛性

The Convergence of Bounded Solution to a Class of Delayed Equation

本文研究非线性时滞微分方程 x(t)=-h(x(t))=sum from i=1to n((t)f(x(t-σ_i))) 的有界解的收敛性,获得了此方程有界解收敛的充分条件,这类方程在生物和工程方面有着广泛的应用。

In this paper, we obtained a sufficient condition of dekyed nonliear equation X(t)=- h(x(t))+(t)f(x(t-o1)) about the asymptotic behavior of its solution